Prime numbers and spontaneous neuron activity

Abstract

Logarithmic gaps have been used in order to find a periodic component of the sequence of prime numbers, hidden by a random noise (stochastic or chaotic). It is shown that multiplicative nature of the noise is the main reason for the successful application of the logarithmic gaps transforming the multiplicative noise into an additive one. A relation of this phenomenon to spontaneous neuron activity and to chaotic brain computations has been discussed.

extended

References in corpus (4)

• Hidden structure in the randomness of the prime number sequence?
• Riemann zeta function and quantum chaos
• Information Entropy and Correlations in Prime Numbers
• Chaotic neuron clock

Cited by in corpus (1)

• A prime fractal and global quasi-self-similar structure in the distribution of prime-indexed primes